Finite volume method

The finite volume method (FVM) is a method for representing and evaluating partial differential equations in the form of algebraic equations.

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Metrics Summary

Total Publications

Lifetime

7,717

Prior Five Years

2,020

Total Citations

Lifetime

132,948

Prior Five Years

11,867

Total Scholars

Lifetime

8,427

Prior Five Years

6,875

Global (Worldwide)

Academic Institutions Lifetime		Academic Institutions Prior Five Years		Non-academic Institutions Lifetime
#1	Aix-Marseille University France	#1	University of Edinburgh United Kingdom	#1	Siemens AG Germany
#2	Stanford University United States	#2	California State University, Bakersfield United States	#2	Laboratoire Paul Painlevé France
#3	University of Washington United States	#3	George Washington University United States	#3	Istituto di Matematica Applicata e Tecnologie Informatiche Italy
#4	University of Paris-Est Creteil France	#4	University of Trento Italy	#4	Thomas Jefferson National Accelerator Facility United States
#5	University of Trento Italy	#5	University of Bonn Germany	#5	National Institute of Aerospace United States
#6	ETH Zurich Switzerland	#6	University of Shanghai for Science and Technology China	#6	Institute of Applied Physics and Computational Mathematics China
#7	University of Nottingham United Kingdom	#7	University of Ferrara Italy	#7	National Oceanic and Atmospheric Administration United States
#8	University of Waterloo Canada	#8	University of Washington United States		Show More
#9	Monash University Australia	#9	Darmstadt University of Technology Germany
#10	University of Münster Germany	#10	University of Bern Switzerland
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National Institutional Rankings

Lifetime

Prior Five Years

Evaluation Period:

Lifetime